Combinations (Power 6/55)¶
Past results have no influence on future draws
This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.
There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.
Sum of the six main balls per draw¶
A bell-shaped distribution centred near the theoretical mean of 6 x (1+55)/2 = 168. The shape comes from convolution arithmetic, not from anything you can exploit.
Range (max - min) per draw¶
A triangular-ish distribution. Useful for sanity, no predictive power.
Top 25 co-occurring pairs¶
Consecutive-run distribution¶
Counter-intuitive result that beginners get wrong: roughly 43.6% of draws contain at least one pair of consecutive numbers.
Repeats from the previous draw¶
Another myth-buster: about 51.0% of draws share at least one ball with the previous draw. The naive intuition "the same number won't repeat soon" is wrong.
Top triplets¶
The 15 most common triples seen in any single draw.
Full co-occurrence matrix¶
55 x 55 heatmap. The diagonal is each ball's own frequency; off-diagonal cells are pair counts. Symmetric.
Past results have no influence on future draws
This page shows descriptive statistics of past draws. It is not a predictor. In a fair lottery every combination is equally likely on every draw, regardless of which numbers were "hot", "cold", "overdue" or recently drawn -- a well-known cognitive bias called the gambler's fallacy.
There is no system or strategy that can improve your odds of winning a fair lottery. Numbers shown here are for curiosity and entertainment only.